Smallest no.that on division by 15 and 35 leave 2 as remainder in each case
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The number which on division by 15 and 35 leaves a remainder 2 in both the cases is 107
107/15
Quotient = 7
Remainder 2
107/35
Quotient = 3
Remainder = 2
First find out the LCM of both 15 and 35
Lcm is 105
Now add two to the LCM obtained
That gives 105+2=107
So 107 is the smallest number which when divided by 15 and 35 leaves a remainder 2
107/15
Quotient = 7
Remainder 2
107/35
Quotient = 3
Remainder = 2
First find out the LCM of both 15 and 35
Lcm is 105
Now add two to the LCM obtained
That gives 105+2=107
So 107 is the smallest number which when divided by 15 and 35 leaves a remainder 2
Answered by
2
Answer = LCM(15, 35) + 2
= 3×5×7 + 2 = 105+2= 107
= 3×5×7 + 2 = 105+2= 107
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